If `f(x)=Asin((pix)/2)+B, f'(1/2)=sqrt2` and `int_0^1 f(x)dx=(2A)/pi` then constants `A` and `B` are

If f(x)=Asin((pix)/2)+b ,f^(prime)(1/2)=sqrt(2)a n d int_0^1f(x)dx=(2A)/pi the constants A and B are (a) pi/2a n dpi/2 (b) 2/pia n d3/pi (c) 0a n d-4/pi (d) 4/pia n d0

If f(x)=Asin((pix)/2)+b ,f^(prime)(1/2)=sqrt(2)a n d int_0^1f(x)dx=(2A)/pi the constants A and B are (a) pi/2a n dpi/2 (b) 2/pia n d3/pi (c) 0a n d-4/pi (d) 4/pia n d0

If f(x)=A sin((pi x)/(2))+B,f'((1)/(2))=sqrt(2) and int_(0)^(1)f(x)dx=(2A)/(pi) then constants A and B are

If f(x)=A sin((pi x)/(2))+b,f'((1)/(2))=sqrt(2) and int_(0)^(1)f(x)dx=(2A)/(pi), then constants A and B are (pi)/(2)and(pi)/(2) (b) (2)/(pi) and (3)/(pi)0 and -(4)/(pi) (d) (4)/(pi) and 0

If f(x) = A sin ((pi x)/(2)) + B , f' (1/2) = sqrt(2) and int_0^1 f(x) dx = (2A)/(pi) , then the constants A and B are respectively :

IF f(x)=A si n ((pi x)/2)+B and f'(1/2)=sqrt2 and int_0^1 f(x)dx =(2A)/pi then what is the value of B

Iff(x)=Asin((pix)/2)+b ,f^(prime)(1/2)=sqrt(2)a n d int_0^1f(x)dx=(2A)/pi,t h e ncon s t a n t sAa n dBa r e pi/2a n dpi/2 (b) 2/pia n d3/pi 0a n d-4/pi (d) 4/pia n d0